<snapdata remixID="9738721"><project name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="72" y="-69.99999999999983" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.666666666666657" y="16.66666666666667"><block s="down"><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="107"><block s="clear"></block><block s="forward"><l>100</l><comment w="226.66666666666666" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block></script><script x="16.666666666666657" y="200.66666666666666"><block s="clear"></block><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?</comment></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><l>180</l></block></script><script x="16.666666666666657" y="337.66666666666663"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>120</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-90</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block><block s="doWait"><l>.5</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>